Part (a) Derive an expression for the sensor height, h, above the horizontal tank bottom as a function of L, d and 0. Part (b) Use logic to deduce the value, in degrees, of the angle 0 when the fuel tank is full. No computation is required. Part (c) Calculate the angle, in degrees, associated with a half-full fuel tank. Part (d) Note that the arm is longer than the tank is deep, L > d. What angle, in degrees, is associated with an empty fuel tank? please show work
Part (a) Derive an expression for the sensor height, h, above the horizontal tank bottom as a function of L, d and 0. Part (b) Use logic to deduce the value, in degrees, of the angle 0 when the fuel tank is full. No computation is required. Part (c) Calculate the angle, in degrees, associated with a half-full fuel tank. Part (d) Note that the arm is longer than the tank is deep, L > d. What angle, in degrees, is associated with an empty fuel tank? please show work
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Part (a) Derive an expression for the sensor height, h, above the horizontal tank bottom as a function of L, d and 0.
Part (b) Use logic to deduce the value, in degrees, of the angle 0 when the fuel tank is full. No computation is required.
Part (c) Calculate the angle, in degrees, associated with a half-full fuel tank.
Part (d) Note that the arm is longer than the tank is deep, L > d. What angle, in degrees, is associated with an empty fuel tank?
please show work
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